5 / | | ____________ | \/ |3*sin(x)| dx | / 0
Integral(sqrt(Abs(3*sin(x))), (x, 0, 5))
5 pi pi 0 / / / / | | | | ___ | _________ ___ | ________ ___ | _________ ___ | ________ \/ 3 * | \/ -sin(x) dx + \/ 3 * | \/ sin(x) dx - \/ 3 * | \/ -sin(x) dx - \/ 3 * | \/ sin(x) dx | | | | / / / /
=
5 pi pi 0 / / / / | | | | ___ | _________ ___ | ________ ___ | _________ ___ | ________ \/ 3 * | \/ -sin(x) dx + \/ 3 * | \/ sin(x) dx - \/ 3 * | \/ -sin(x) dx - \/ 3 * | \/ sin(x) dx | | | | / / / /
sqrt(3)*Integral(sqrt(-sin(x)), (x, 5)) + sqrt(3)*Integral(sqrt(sin(x)), (x, pi)) - sqrt(3)*Integral(sqrt(-sin(x)), (x, pi)) - sqrt(3)*Integral(sqrt(sin(x)), (x, 0))
Use the examples entering the upper and lower limits of integration.